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# v2.py - Pure-Python implementation of the dirstate-v2 file format
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#
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# Copyright Mercurial Contributors
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#
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# This software may be used and distributed according to the terms of the
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# GNU General Public License version 2 or any later version.
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from __future__ import absolute_import
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import struct
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from ..thirdparty import attr
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from .. import error, policy
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parsers = policy.importmod('parsers')
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# Must match the constant of the same name in
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# `rust/hg-core/src/dirstate_tree/on_disk.rs`
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TREE_METADATA_SIZE = 44
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NODE_SIZE = 44
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# Must match the `TreeMetadata` Rust struct in
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# `rust/hg-core/src/dirstate_tree/on_disk.rs`. See doc-comments there.
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#
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# * 4 bytes: start offset of root nodes
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# * 4 bytes: number of root nodes
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# * 4 bytes: total number of nodes in the tree that have an entry
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# * 4 bytes: total number of nodes in the tree that have a copy source
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# * 4 bytes: number of bytes in the data file that are not used anymore
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# * 4 bytes: unused
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# * 20 bytes: SHA-1 hash of ignore patterns
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TREE_METADATA = struct.Struct('>LLLLL4s20s')
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# Must match the `Node` Rust struct in
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# `rust/hg-core/src/dirstate_tree/on_disk.rs`. See doc-comments there.
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#
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# * 4 bytes: start offset of full path
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# * 2 bytes: length of the full path
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# * 2 bytes: length within the full path before its "base name"
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# * 4 bytes: start offset of the copy source if any, or zero for no copy source
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# * 2 bytes: length of the copy source if any, or unused
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# * 4 bytes: start offset of child nodes
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# * 4 bytes: number of child nodes
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# * 4 bytes: number of descendant nodes that have an entry
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# * 4 bytes: number of descendant nodes that have a "tracked" state
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# * 1 byte: flags
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# * 4 bytes: expected size
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# * 4 bytes: mtime seconds
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# * 4 bytes: mtime nanoseconds
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NODE = struct.Struct('>LHHLHLLLLHlll')
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assert TREE_METADATA_SIZE == TREE_METADATA.size
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assert NODE_SIZE == NODE.size
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# match constant in mercurial/pure/parsers.py
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DIRSTATE_V2_DIRECTORY = 1 << 5
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def parse_dirstate(map, copy_map, data, tree_metadata):
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"""parse a full v2-dirstate from a binary data into dictionnaries:
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- map: a {path: entry} mapping that will be filled
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- copy_map: a {path: copy-source} mapping that will be filled
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- data: a binary blob contains v2 nodes data
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- tree_metadata:: a binary blob of the top level node (from the docket)
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"""
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(
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root_nodes_start,
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root_nodes_len,
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_nodes_with_entry_count,
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_nodes_with_copy_source_count,
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_unreachable_bytes,
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_unused,
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_ignore_patterns_hash,
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) = TREE_METADATA.unpack(tree_metadata)
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parse_nodes(map, copy_map, data, root_nodes_start, root_nodes_len)
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def parse_nodes(map, copy_map, data, start, len):
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"""parse <len> nodes from <data> starting at offset <start>
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This is used by parse_dirstate to recursively fill `map` and `copy_map`.
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All directory specific information is ignored and do not need any
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processing (DIRECTORY, ALL_UNKNOWN_RECORDED, ALL_IGNORED_RECORDED)
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"""
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for i in range(len):
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node_start = start + NODE_SIZE * i
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node_bytes = slice_with_len(data, node_start, NODE_SIZE)
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(
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path_start,
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path_len,
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_basename_start,
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copy_source_start,
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copy_source_len,
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children_start,
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children_count,
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_descendants_with_entry_count,
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_tracked_descendants_count,
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flags,
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size,
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mtime_s,
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mtime_ns,
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) = NODE.unpack(node_bytes)
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# Parse child nodes of this node recursively
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parse_nodes(map, copy_map, data, children_start, children_count)
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item = parsers.DirstateItem.from_v2_data(flags, size, mtime_s, mtime_ns)
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if not item.any_tracked:
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continue
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path = slice_with_len(data, path_start, path_len)
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map[path] = item
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if copy_source_start:
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copy_map[path] = slice_with_len(
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data, copy_source_start, copy_source_len
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)
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def slice_with_len(data, start, len):
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return data[start : start + len]
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@attr.s
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class Node(object):
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path = attr.ib()
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entry = attr.ib()
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parent = attr.ib(default=None)
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children_count = attr.ib(default=0)
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children_offset = attr.ib(default=0)
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descendants_with_entry = attr.ib(default=0)
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tracked_descendants = attr.ib(default=0)
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def pack(self, copy_map, paths_offset):
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path = self.path
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copy = copy_map.get(path)
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entry = self.entry
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path_start = paths_offset
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path_len = len(path)
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basename_start = path.rfind(b'/') + 1 # 0 if rfind returns -1
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if copy is not None:
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copy_source_start = paths_offset + len(path)
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copy_source_len = len(copy)
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else:
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copy_source_start = 0
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copy_source_len = 0
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if entry is not None:
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flags, size, mtime_s, mtime_ns = entry.v2_data()
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else:
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# There are no mtime-cached directories in the Python implementation
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flags = DIRSTATE_V2_DIRECTORY
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size = 0
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mtime_s = 0
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mtime_ns = 0
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return NODE.pack(
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path_start,
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path_len,
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basename_start,
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copy_source_start,
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copy_source_len,
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self.children_offset,
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self.children_count,
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self.descendants_with_entry,
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self.tracked_descendants,
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flags,
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size,
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mtime_s,
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mtime_ns,
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)
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def pack_dirstate(map, copy_map):
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"""
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Pack `map` and `copy_map` into the dirstate v2 binary format and return
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the bytearray.
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The on-disk format expects a tree-like structure where the leaves are
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written first (and sorted per-directory), going up levels until the root
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node and writing that one to the docket. See more details on the on-disk
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format in `mercurial/helptext/internals/dirstate-v2`.
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Since both `map` and `copy_map` are flat dicts we need to figure out the
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hierarchy. This algorithm does so without having to build the entire tree
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in-memory: it only keeps the minimum number of nodes around to satisfy the
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format.
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# Algorithm explanation
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This explanation does not talk about the different counters for tracked
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descendents and storing the copies, but that work is pretty simple once this
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algorithm is in place.
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## Building a subtree
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First, sort `map`: this makes it so the leaves of the tree are contiguous
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per directory (i.e. a/b/c and a/b/d will be next to each other in the list),
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and enables us to use the ordering of folders to have a "cursor" of the
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current folder we're in without ever going twice in the same branch of the
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tree. The cursor is a node that remembers its parent and any information
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relevant to the format (see the `Node` class), building the relevant part
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of the tree lazily.
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Then, for each file in `map`, move the cursor into the tree to the
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corresponding folder of the file: for example, if the very first file
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is "a/b/c", we start from `Node[""]`, create `Node["a"]` which points to
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its parent `Node[""]`, then create `Node["a/b"]`, which points to its parent
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`Node["a"]`. These nodes are kept around in a stack.
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If the next file in `map` is in the same subtree ("a/b/d" or "a/b/e/f"), we
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add it to the stack and keep looping with the same logic of creating the
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tree nodes as needed. If however the next file in `map` is *not* in the same
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subtree ("a/other", if we're still in the "a/b" folder), then we know that
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the subtree we're in is complete.
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## Writing the subtree
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We have the entire subtree in the stack, so we start writing it to disk
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folder by folder. The way we write a folder is to pop the stack into a list
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until the folder changes, revert this list of direct children (to satisfy
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the format requirement that children be sorted). This process repeats until
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we hit the "other" subtree.
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An example:
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a
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dir1/b
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dir1/c
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dir2/dir3/d
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dir2/dir3/e
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dir2/f
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Would have us:
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- add to the stack until "dir2/dir3/e"
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- realize that "dir2/f" is in a different subtree
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- pop "dir2/dir3/e", "dir2/dir3/d", reverse them so they're sorted and
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pack them since the next entry is "dir2/dir3"
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- go back up to "dir2"
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- add "dir2/f" to the stack
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- realize we're done with the map
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- pop "dir2/f", "dir2/dir3" from the stack, reverse and pack them
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- go up to the root node, do the same to write "a", "dir1" and "dir2" in
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that order
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## Special case for the root node
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The root node is not serialized in the format, but its information is
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written to the docket. Again, see more details on the on-disk format in
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`mercurial/helptext/internals/dirstate-v2`.
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"""
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data = bytearray()
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root_nodes_start = 0
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root_nodes_len = 0
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nodes_with_entry_count = 0
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nodes_with_copy_source_count = 0
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# Will always be 0 since this implementation always re-writes everything
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# to disk
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unreachable_bytes = 0
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unused = b'\x00' * 4
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# This is an optimization that's only useful for the Rust implementation
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ignore_patterns_hash = b'\x00' * 20
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if len(map) == 0:
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tree_metadata = TREE_METADATA.pack(
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root_nodes_start,
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root_nodes_len,
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nodes_with_entry_count,
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nodes_with_copy_source_count,
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unreachable_bytes,
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unused,
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ignore_patterns_hash,
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)
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return data, tree_metadata
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sorted_map = sorted(map.items(), key=lambda x: x[0])
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# Use a stack to not have to only remember the nodes we currently need
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# instead of building the entire tree in memory
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stack = []
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current_node = Node(b"", None)
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stack.append(current_node)
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for index, (path, entry) in enumerate(sorted_map, 1):
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nodes_with_entry_count += 1
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if path in copy_map:
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nodes_with_copy_source_count += 1
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current_folder = get_folder(path)
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current_node = move_to_correct_node_in_tree(
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current_folder, current_node, stack
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)
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current_node.children_count += 1
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# Entries from `map` are never `None`
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if entry.tracked:
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current_node.tracked_descendants += 1
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current_node.descendants_with_entry += 1
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stack.append(Node(path, entry, current_node))
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should_pack = True
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next_path = None
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if index < len(sorted_map):
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# Determine if the next entry is in the same sub-tree, if so don't
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# pack yet
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next_path = sorted_map[index][0]
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should_pack = not get_folder(next_path).startswith(current_folder)
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if should_pack:
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pack_directory_children(current_node, copy_map, data, stack)
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while stack and current_node.path != b"":
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# Go up the tree and write until we reach the folder of the next
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# entry (if any, otherwise the root)
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parent = current_node.parent
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in_parent_folder_of_next_entry = next_path is not None and (
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get_folder(next_path).startswith(get_folder(stack[-1].path))
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)
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if parent is None or in_parent_folder_of_next_entry:
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break
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pack_directory_children(parent, copy_map, data, stack)
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current_node = parent
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# Special case for the root node since we don't write it to disk, only its
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# children to the docket
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current_node = stack.pop()
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assert current_node.path == b"", current_node.path
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assert len(stack) == 0, len(stack)
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tree_metadata = TREE_METADATA.pack(
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current_node.children_offset,
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current_node.children_count,
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nodes_with_entry_count,
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nodes_with_copy_source_count,
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unreachable_bytes,
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unused,
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ignore_patterns_hash,
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)
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return data, tree_metadata
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def get_folder(path):
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"""
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Return the folder of the path that's given, an empty string for root paths.
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"""
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return path.rsplit(b'/', 1)[0] if b'/' in path else b''
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def move_to_correct_node_in_tree(target_folder, current_node, stack):
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"""
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Move inside the dirstate node tree to the node corresponding to
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`target_folder`, creating the missing nodes along the way if needed.
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"""
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while target_folder != current_node.path:
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if target_folder.startswith(current_node.path):
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# We need to go down a folder
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prefix = target_folder[len(current_node.path) :].lstrip(b'/')
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subfolder_name = prefix.split(b'/', 1)[0]
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if current_node.path:
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subfolder_path = current_node.path + b'/' + subfolder_name
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else:
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subfolder_path = subfolder_name
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next_node = stack[-1]
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if next_node.path == target_folder:
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# This folder is now a file and only contains removed entries
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# merge with the last node
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current_node = next_node
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else:
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current_node.children_count += 1
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current_node = Node(subfolder_path, None, current_node)
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stack.append(current_node)
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else:
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# We need to go up a folder
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current_node = current_node.parent
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return current_node
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def pack_directory_children(node, copy_map, data, stack):
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"""
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Write the binary representation of the direct sorted children of `node` to
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`data`
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"""
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direct_children = []
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while stack[-1].path != b"" and get_folder(stack[-1].path) == node.path:
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direct_children.append(stack.pop())
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if not direct_children:
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raise error.ProgrammingError(b"no direct children for %r" % node.path)
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# Reverse the stack to get the correct sorted order
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direct_children.reverse()
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packed_children = bytearray()
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# Write the paths to `data`. Pack child nodes but don't write them yet
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for child in direct_children:
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packed = child.pack(copy_map=copy_map, paths_offset=len(data))
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packed_children.extend(packed)
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data.extend(child.path)
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data.extend(copy_map.get(child.path, b""))
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node.tracked_descendants += child.tracked_descendants
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node.descendants_with_entry += child.descendants_with_entry
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# Write the fixed-size child nodes all together
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node.children_offset = len(data)
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data.extend(packed_children)
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